公务员考试网 发表于 2017-4-6 10:58:49

2015年国家公务员考试图形推理精选练习(1)

1. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
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
A.
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
B.
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t8CAVzBeoPD4+PjY2Nj8/T/+MBX3+71BEgy8qKtLr9VHRfMC0PBA8x3EB4GGRA7s3/0vgOf+xfm73IgRzMgAM4xmbzQbbO5jtxFawnsfTKHBcI+xAgxYpPz8/un6e8yfwsYQ+h4ML2ACGGOfCwVP4DoHzn6g7HFw+kcDgabXaqH9OCsEJXANgCODQC3q9XtA2YoZhD9rG5j6fz2q14tHlsMHjK4AvGQ4A39jYGEHwDocDwMMUAPBgC3jB0z/UgWfbjgIeKSTwBr6vqA/Ej/LBmMcjKoQ6J4xOC9ZwGLdidIQfDwT8VkNEghydTmcwGALBu93ulpYWo9EIu+KnTp1KSUmpqqpqa2tra2urrq5ua2trOiQ1Nzfv9chgMPAW8pYfyC2AAzCB8QuEbEUiUXJyMo/mP/3004yMjNLS0srKysrKyrNnz5aVlcFv7sBnHeqIkkqlCiiBbay9KJSn+FtFcI2/GQS/DaTRaOrr6/mtfUZGBoD/+uuvg8EXFBSEKMdLJPqFHg48PV2BaB8DM5b7dxO9mYMGBfN/HBV68oO3Wq1obMH2QHnwJtG/k2g7R2cQUZ0syyLY/wIjc/srIXe5/wAAAABJRU5ErkJggg==
C.
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
D.
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
2. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
A.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
B.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
C.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGsAAABqCAIAAAA0gTj+AAADHUlEQVR4nO2Y0ZacMAxD5/9/mj5MytmGLYktyQkz0kvhNJbsCxNgX4eF6dX+seLqCa65go+VCaIyQVQmiMoEUZkgKhNEZYKoTBCVCaIyQVQmiGpfgvef8ftoF4LzpHYDupIgBcRymmsIigZewrGaYMGQxRzrCNYPVvZ7agfdOTdj7QNKHdEOunN6wEJJe9AS3AHfW7qbUUVwk5e1TqI9qh0QMzZkd0q3TdEIUl6PwTUzKenyq1s76M5Bu2jVz6mGBLuqHBHiftUOcN/cGNeqSYIzVsP00Pp7E5RgovsbFumgKEfirgURjDYNMiL28zyC+PyTWWUQCQTnR6IMH0JDx31TmySoaJFFMLQefwBkCIqa4xKcLwF3MBVB+sC6nbqaYEFPRM/JQuR6m2DSPElQh29YqP5qSu/aZIK6OVmvbyz/DEHpDTisVROMRkgISockfodRIsIE1TfgsLyAYCiFT1A9Ie4/Y2KCUEQoxQTRlBjBAnx4D5SU+SATRIOYBGtmY6WwgkwQDTJBNMgEoQXHlxOkZJmgCa7OMsFPJPisoK8m+LHP4rKgj30fLAsywS1STBBN2fGvW3gbeMR8igmiKTGCwwVPIUi8FcgEQ9lpk2cTHK4xQZRgKD7nAPpTZryuDBAcLns6wZC/hGC0iWi5CaL+iDm98yRBRSvztd9CMNHNZKHINuecJyhqaKYwZyu65FqCuZ6GVcicXNsDJDi5nj6wosmEbVclJPheRry7Q5u1FN+BEwyVsFbSoVAe7hUE5xfjBGvwHRSC0aqZXxZCMLRjED9AIYKJQpBRTRshB5RgovbmZkkQjD6shilRkwUEz6prYYhggt0wIuFDIIiUv/5qxuf9v11JNC5RdW/FIXhk74iunPisINb+z7AddOcs362k6EpFkGtFkagfIcFD8JNJS9eGluDpuZCjOr2C4OlczLEmsY7g6V8zVdnVqiZ4piiGFNkOQ9tBd14WD46NO4BaTLBrpdPMsuImf+2nHXTnO+jKdKv23tqa4CNkgqhMEJUJojJBVCaIygRRmSAqE0T1C0Erqn8IWmmZIKo/nj3zsfTwUN8AAAAASUVORK5CYII=
D.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHMAAABuCAIAAACbabv0AAACT0lEQVR4nO3aUXKqQBBAUfe/N9ZEfihDAA3T05dp9N4vy8pAzzFPwbzHbEyP0QN8bL+yD0vqQPbql/UTU5ZKWSplqZSlUpZKWSplqZSlUpZKWSplqZSlUpZKWSplqZSlUpZKWSplqZSlUpZKWSplqZpl+/9nQ5HojURkezYTXpvbBbuIvBuExyoie80vh7LU2ohs0wmyFiZ2zfBfJ3vZ50RQtvU0nasSu+x3Qllq4TfKBmboWRK5Bwu8jMoi57upbOe/zuD3Bk0vQxHZaZqgPR6uypQ9vNeepql1S0TrSQ7b/3z4RMuD8LE2P/8c/bA6sifHU/ZsTeOl3FZ0fT+7XnJr2c2EhWSb5h7S+Qk7R1W2tuxz1cfI9s+ZL/sZ77OFZOfVZex9ZRNvZ5S9g+x84t22smwi6wzJzi9ucIvXv/1jiv1TPYe7b2vlzuMsD/ZPjZppbMpSPapddWUNNDxlqbI+ynJk0z9YB6Ys1XoLKZdJOd98K7tfq+zSZgs9V0rLg9ixsuaok7JU+y30XCzNMdmsIUqlLNXhFrqul1qPkjVBtZSlerWF8CVTm2zW6QumLNWbLcSumhpks85dM2Wp3m8hcOF0VjbrxGUbKfu+kycu278bbL12Sv6C575lbUHZbcpSKUulLJWyVMpSKUulLJWyVMpSKUulLJWyVMpSKUulLJWyVEVl+5cPT1mkxOGV/VNp2ZQjDCn3b8+I7Hzub8vV6t/1RmB5sH/KelKWSlkqZamUpVKWSlkqZamUpVKWSlmqY1lLaStruSlLpSzVD+xuFBjmoAp+AAAAAElFTkSuQmCC
3. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
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
A.
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B.
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C.
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
D.
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
4. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
A.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG0AAABwCAIAAACb0mlEAAACaUlEQVR4nO3awXLbMAxFUf//TysLdsGMbVWiLoAH5t1Vk6kF5DRDxp28Dkf0+vWBu99nx7x/wS2yI5MdmezIZEcmOzLZkcmOTHZksiOTHZnsyGRHJjsy2ZHJjkx2ZLIjkx2Z2jgKrjTXw3Hso7bVXAPHeRmpxebUHd830dltzo5M0o7f1hBZb07X8XwHhQ3nRB2vLFC+5Jyi4/XpOpRyjndHi1C2d1x7CZ6W49pcO35eJfm1SCqOzyeK3I2VjtQ4hWO9zJGdVX6yb+IY8cBbQ2scgwYVnu8FjnFT/pBj9IiqqzLVsfv3+8msPMfWl9h/B+3pmDYu27HdO867IzIcFd5vRD8/3FHnvxJCHx7rWI4YvUOGowLiKOHc/xOOR/zRH+UohTgKPf1DHAURR3EXAO8oizgKOrtgR3HEUcTxRTq2QDzsCIbfBJhjI8QRexkwju0QR+B9ADg2RRxRR9lTx9aII+Q0e+S4AeLo+YFmx+OoddwGcfTwblh03Axx9OR6WHF8bV2eY1pjH7Wt5ho4zstILTZnRyZ1x/dNdHabk3b8tobIenO6juc7KGw419Xxyl/ITNTxygLlS84pOl6frkMp57j8RqK29o5rL8HTclyeW04p5PhkqB2xiSJ3Y6UjNU7hWN/BkX3U2twyR3xW7eFe4xg0qPB8L3CMm2LHHg8/GZftuMeI91mpjt3P35NBeY59f6i6MsWOzJQkx3bv3O+OyHA8++2F+CK+ovlL+/eHj591F7Mjkx2Z7MhkRyY7MtmRyY5MdmSyI5MdmezIZEcmOzLZkemro7vbB0e3nB2Z7MhkRyY7Mv0AAOvFlj8KBDwAAAAASUVORK5CYII=
B.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
C.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
D.
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
5. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
A.(备选图片中的第一个)
B.(备选图片中的第二个)
C.(备选图片中的第三个)
D.(备选图片中的第四个)
        答案及详细解析
       
        1.解析:本题考查图形的翻转。题干中,第一个图形的上下两个部分分别沿水平方向进行上下翻转,得到后一个图形。故答案为D。
       
        2.解析:此题考查图形的位置关系。以第三个图形为中心左右两边对称,答案选项中只有A选项与第一个图形相同并且对称。故答案为A。
       
        3.解析:本题考查几何特征。每组图中都包含两个既有曲线图形又有直线图形构成的组合图,还包含一个只由两个直线图形构成的组合图。且每个组合图形中前面的图形遮住后面的图形。故答案为D。
       
        4.解析:本题属于图形的属性题。第一组图形由一笔画成,第二组图形由两笔画成。故答案为D。
       
        5.解析:本题考查图形的重叠。图一由图二跟图三重叠而成。故答案为C。
       
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